What is the two sided Confidence Interval for X?
Given
X̄ = 199.3 cm
s = 16.3 cm
n = 18 (Unitless)
Confidence = 97.5 %
IT IS IMPORTANT TO REPORT CONFIDENCE INTERVALS CORRECTLY:
Report them as "(L < μ < U) with __ % Confidence",
with appropriate numbers substituted for L, U and Confidence.
Omit L or U if the Confidence Interval does not have a Lower or Upper Limit.
Question(s)
1. If you repeated this problem many times--with a new sample collected from X each time--what percentage of the Confidence Intervals thus estimated would you expect to include the true mean?
2. What is the Significance of the Confidence Interval? Note: answer is decimal, NOT percent.
3. What probability will be used to calculate the Critical Value (i.e., is placed in tail)? Again: answer is decimal, NOT percent.
4. Calculate the Degrees of Freedom.
5. Calculate the Critical Value used to determine the Confidence Limit(s). Use a Student T Table.
6. Calculate the Lower Limit of the Confidence Interval.
7. Calculate the Upper Limit of the Confidence Interval.
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